Question: Prove the following languages are regular using the Myhill - Nerode theorem. Let Sigma = { a , b } : - { w

Prove the following languages are regular using the Myhill-Nerode theorem. Let \Sigma ={a, b} : -{w | w. is any string not in .a^* b^*}-{, a}-{w | every odd position of w is a b}

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